Diffusion Model Explain
Likelihood Maximization and ELBO Assume data is generated from some latent variable $z$. It might include higher-level representations such as color and shape. The goal is to use this latent variable to get new samples. We can introduce a joint probability $p(x,z)$ and try to maximize likelihood of p(x) $$p(x)=\int p(x,z)dz$$ Since integration is intractable, we apply Bayes theorem instead. $$p(x)=\frac{p(x,z)}{p(z|x)}$$ True posterior is unavailable to us so we use above equation to derive log likelihood....